Use AI to boost your lesson planning and spark new ideas. This section helps you:

Generate math problems and task variations
Plan for different learning levels
Create warm-ups, outlines, and real-world links

Let AI handle the prep work so you can focus on great teaching.

This section is divided into two practical groups:

🧩 Making Activities – Design engaging learning experiences
✏️ Making Tasks – Create and adapt math problems and exercises

Making activities

In this section, you’ll find a variety of classroom activities designed to bring mathematics to life and boost student engagement. These are not just isolated math problems — they’re interactive learning experiences that get students thinking, moving, talking, and solving.

I'll be sharing three main types:

✅ Standard-Based Activities – Focused on specific curriculum goals, aligned with grade-level expectations
🎲 Game-Based Activities – Math meets play! Designed to make learning more dynamic and collaborative
🌍 Project Activities – Real-life math in action, where students apply concepts to practical, meaningful situations

💡Note: These are activities, not just problem-solving tasks. They’re meant to support exploration, discussion, and creativity.
You’ll find math tasks organized separately below — so you can choose what works best for your teaching needs.

✅ Standard-Based Activities

Creating meaningful math activities with AI starts with a clear goal: the curriculum standard you want to address. From there, you guide the AI to turn that goal into something engaging and interactive for your students.

Here’s how the process typically works:

🥇 Step 1: Start with the Standard

Begin by choosing a math standard you'd like to focus on. Example:

Standard: "Solve linear equations in one variable, including equations with variables on both sides."

Then write a clear prompt like:

🗣️ “Create an interactive activity for 8th grade students to help them understand how to solve linear equations with variables on both sides. Include movement, discussion, or group work. The activity should work for a class of 25 students.”

🛠️ Step 2: Review and Refine

AI will usually generate a decent first draft — but it’s rarely perfect on the first try. You’ll need to send a few short follow-up prompts to improve it.

Here are some examples:

“Add more structure to the group instructions.”
“Make it simpler for lower-level students.”
“Include a real-world context.”
“Add a debrief or reflection question at the end.”

📌 Expect to go back and forth about 3–5 times. It’s fast and gets you a strong, classroom-ready activity tailored to your needs.

EXAMPLE:

Equation Relay Showdown (pdf)

🎲 Game-Based Activities

If you know a game your students already love — and you want to sneak some math into it — this is the section for you!

Game-based activities are perfect when you want students to move, laugh, collaborate, and still learn math. Whether it’s a classic card game, an outdoor ball game on a sunny day, or even a social deduction game like Werewolf — AI can help you transform it into a math-rich experience.

🔧 How to Get Started

You have two main options:

Bring Your Own Game
- Example prompt:
  🗣️ “Turn the game Werewolf into a math review game for 8th graders practicing equations.”
  🗣️ “Create an outdoor game using a ball to practice multiplying fractions in teams.”
You can also specify:
- The number of players
- The topic or problem type
- Any materials or space you have
Let AI Do the Magic
- Just say:
  🗣️ “Create a math game for a sunny outdoor lesson for 6th graders practicing ratios.”

AI will invent a game idea based on your input — and you can then refine it with a few simple follow-up prompts.

EXAMPLES:

Math Werewolf Game (doc)

🏀 TERM TOSS! (doc)

Mystery Mission: “Who Ate the Last Cookie?” (doc)

🌍 Project Activities

Math projects are all about giving students the chance to use math in meaningful ways — beyond the worksheet. These activities often involve crafting, designing, building, or researching, with the goal of applying mathematical knowledge to create something tangible or informative.

These can include:

🧵 Math crafts – Designing shapes, patterns, or models using geometry and measurements
🗺️ Scenario-based explorations – Planning a trip, building a model city, or analyzing real-life data
📊 Reports and investigations – Creating infographics, presentations, or written summaries based on mathematical research

🛠️ How AI Can Help

AI can help you design project ideas that are both creative and curriculum-connected. For example:

🗣️ “Create a math project where students design a blueprint of their dream house using area and perimeter.”
🗣️ “Design a data collection project for students to track local weather patterns and analyze it with statistics.”

Whether you want students to build something, analyze something, or tell a mathematical story, project-based learning invites deeper thinking and ownership — and AI can help you spark the idea and structure it with ease.

These activities are perfect for unit wrap-ups, cross-curricular days, or even classroom exhibitions.

EXAMPLES:

Linear Function Robot Craft Project

Treasure Hunt Linear Functions

Making Tasks

This section guides you in designing your own rich math tasks that promote deeper thinking and understanding.

I’ve grouped the ideas into three key types to help you prepare for this part of your lesson:

🔍 Reasoning & Justification Tasks – Support students in building arguments, making claims, and explaining their thinking
🌀 Open-Ended – Encourage flexibility, creativity, and multiple approaches or interpretations
📝 Multiple-Choice Questions – Help uncover misconceptions and provide quick checks for understanding

💡 Note: These ideas are meant to support thoughtful task creation, not just repetition. You’ll find activity-based experiences in a separate section above — so you can plan lessons that combine thinking, doing, and exploring.

🔍 Reasoning & Justification Tasks

This section helps you design math tasks that go beyond procedures and promote deeper thinking. The tasks are grouped into seven key types, each with an example of how you can prompt AI to help you generate that type of task — using two-step equations as the base concept:

🔍 Analyzing – Interpret patterns, processes, or outcomes
🗣 Prompt: “Create a task where students must analyze two similar two-step equations and explain why they have the same solution.”

🔗 Linking Representations – Connect graphs, tables, equations, and descriptions
🗣 Prompt: “Make a task where students match two-step equations to their verbal descriptions, solution steps, and visual models.”

🛠 Correcting Mistakes – Identify and explain errors in reasoning
🗣 Prompt: “Write a task where a student solved a two-step equation incorrectly. Ask students to identify and correct the mistake.”

🧩 Classifying – Group or sort based on mathematical properties
🗣 Prompt: “Design a task where students classify equations based on the type of operations used.”

✏️ Creating Problems – Design new problems based on rules or conditions
🗣 Prompt: “Ask students to create their own two-step equation that has a solution of x = 4 and explain their reasoning.”

🔄 Thinslicing – Start simple, then increase complexity or precision
🗣 Prompt: “Make a task that asks a student to find a solution for the inequality using whole numbers, then extends it to decimals and then to fractions.”

🖼 Multiple Representations – Show the same idea in different formats
🗣 Prompt: “Create a task where students solve a two-step equation and represent the solution on a number line”

These prompts are quick to adapt and can help you build high-quality, thinking-rich tasks with just a few adjustments.

EXAMPLES:

Correcting mistakes (doc)

Transformation - Approximating the solution

🌀 Open-Ended

These tasks allow for many possible solutions, depending on how the student interprets the conditions or sets the parameters. Instead of looking for one final answer, students must think critically about how to approach the problem, what assumptions to make, or what constraints to apply.

This type of task promotes deeper thinking, flexibility, and ownership — as students must make decisions and justify their reasoning. These tasks are ideal when you want students to move beyond solving and start truly exploring.

1. Find All Possibilities

Students explore a range of possible answers that fit certain conditions.
Prompt: “Find as many two-step equations as you can that have a solution between 2 and 5.”

2. Choose the Constraints

Students set missing parameters or values themselves, shaping how the task unfolds.
Prompt: “Choose values so this two-step equation has no solution.”

3. Compare & Modify

Students are asked to adjust a task — making it easier, more challenging, or more meaningful.
Prompt: “Modify this equation so it fits a real-life context involving distance.”

4. Make It True / Make It False

Students construct problems that satisfy (or break) a condition.
Prompt: “Write a two-step equation that has exactly one solution. Now write one with no solution.”

📝 Multiple-Choice Questions

Multiple-choice questions can be a powerful tool when designed with purpose. They’re not just for testing recall — they can be used to target misconceptions and assess conceptual understanding.

AI is especially helpful here: it can quickly generate plausible distractors, balance question difficulty, and align questions with specific learning goals. It also saves time by offering variations, explanations, or even scaffolded versions on request.

💬 Example Prompt

Standard: "Solve linear equations using the distributive property."

🗣 “Create a multiple-choice question for 8th grade where students solve a linear equation using the distributive property. Include 4 answer choices: one correct answer, and three common errors based on typical student misunderstandings.”

🤖 AI-Generated Response:

Question:
Solve the equation:
3(x + 4) = 18

A. x= 2
B. x= −2
C. x= 6
D. x= 10

✅ Correct Answer: A. x=2

Distractor Logic:

B. Chose wrong sign when subtracting 12
C. Added 4 instead of distributing
D. Added 4 to 18 instead of subtracting 12

Algebra - Quiz Example (icelandic)

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